1)
E=∫▒ρdx=∫▒〖(ρ_0 x)/a dx〗=ρ_0/a x^2/2+c
E(0)=0=c
Thus,
E=∫▒ρdx=∫▒〖(ρ_0 x)/a dx〗=ρ_0/a x^2/2
2)
V=-∫▒Edx=-∫▒〖ρ_0/a x^2/2 dx〗=-ρ_0/a x^3/6+c
V(a)=0=-ρ_0/a a^3/6+c
c=ρ_0/a a^3/6
V=ρ_0/6a(a^3-x^3)
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